EmpiricalQueueCert
plain-language theorem explainer
The EmpiricalQueueCert structure bundles priority classifications, test bucket sizes, and universal protocol coverage for the nine empirical tests attached to the C1-C9 theorems. A researcher formalizing the empirical validation layer of Recognition Science would cite this certificate to confirm that the queue orders tests consistently with the empiricalPriority map and that every combination carries a falsifiable protocol. The declaration is a record type whose fields are satisfied by direct appeal to the priority function, the four test lists
Claim. A record $E$ asserting that the priority set has cardinality 4, that the oncology-tensor and miller-span combinations are immediate, that the attention-tensor, planet-strata and regulatory-ceiling combinations are high-priority, that every CombinationID possesses a dataset class, predicted observable and failure mode, that the immediate predicate holds precisely for the two immediate tests, and that the four test lists have lengths 2, 3, 2, 2 respectively and sum to 9.
background
The module records a priority queue for empirical tests linked to the C1-C9 cross-domain theorems. It does not supply evidence; it only fixes testing order and proves that every queued item is already covered by the formal empirical protocol. The local setting is therefore a bookkeeping layer that precedes any actual data collection.
proof idea
The declaration is a structure definition with an empty proof body. Its fields are populated by the sibling definitions empiricalPriority, immediateTests, highPriorityTests, mediumPriorityTests and deferredTests together with the predicates isImmediate, isHighOrImmediate and ProtocolFalsifiable.
why it matters
empiricalQueueCert constructs the sole inhabitant of this structure, thereby certifying the entire Option A empirical queue. The certificate therefore sits at the interface between the formal foundation and the empirical protocol that will eventually confront the cross-domain theorems derived from the forcing chain.
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